{
 "cells": [
  {
   "cell_type": "raw",
   "id": "c514c17f",
   "metadata": {},
   "source": [
    "#泰坦尼克号幸存顾客预测，通过泰坦尼克号中乘客的数据来预测未来发生船难时哪些人可以幸存，哪些人不能幸存\n",
    "'PassengerId',ID\n",
    "'Survived',是否幸存，0,1\n",
    "'Pclass', 船舱等级\n",
    "'Name',姓名\n",
    "'Sex',性别\n",
    "'Age',年龄\n",
    "'SibSp',带亲属的数量(子女、兄妹)\n",
    "'Parch', 带亲属的数量(父母)\n",
    "'Ticket',船票编号\n",
    "'Fare', 船票价格\n",
    "'Embarked'登录港口"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f0457b74",
   "metadata": {},
   "source": [
    "1.读取数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2f02663b",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "f01d3bb8",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>PassengerId</th>\n",
       "      <th>Survived</th>\n",
       "      <th>Pclass</th>\n",
       "      <th>Name</th>\n",
       "      <th>Sex</th>\n",
       "      <th>Age</th>\n",
       "      <th>SibSp</th>\n",
       "      <th>Parch</th>\n",
       "      <th>Ticket</th>\n",
       "      <th>Fare</th>\n",
       "      <th>Cabin</th>\n",
       "      <th>Embarked</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>Braund, Mr. Owen Harris</td>\n",
       "      <td>male</td>\n",
       "      <td>22.0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>A/5 21171</td>\n",
       "      <td>7.2500</td>\n",
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       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>Cumings, Mrs. John Bradley (Florence Briggs Th...</td>\n",
       "      <td>female</td>\n",
       "      <td>38.0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>PC 17599</td>\n",
       "      <td>71.2833</td>\n",
       "      <td>C85</td>\n",
       "      <td>C</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>Heikkinen, Miss. Laina</td>\n",
       "      <td>female</td>\n",
       "      <td>26.0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>STON/O2. 3101282</td>\n",
       "      <td>7.9250</td>\n",
       "      <td>NaN</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>Futrelle, Mrs. Jacques Heath (Lily May Peel)</td>\n",
       "      <td>female</td>\n",
       "      <td>35.0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>113803</td>\n",
       "      <td>53.1000</td>\n",
       "      <td>C123</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>Allen, Mr. William Henry</td>\n",
       "      <td>male</td>\n",
       "      <td>35.0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>373450</td>\n",
       "      <td>8.0500</td>\n",
       "      <td>NaN</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   PassengerId  Survived  Pclass  \\\n",
       "0            1         0       3   \n",
       "1            2         1       1   \n",
       "2            3         1       3   \n",
       "3            4         1       1   \n",
       "4            5         0       3   \n",
       "\n",
       "                                                Name     Sex   Age  SibSp  \\\n",
       "0                            Braund, Mr. Owen Harris    male  22.0      1   \n",
       "1  Cumings, Mrs. John Bradley (Florence Briggs Th...  female  38.0      1   \n",
       "2                             Heikkinen, Miss. Laina  female  26.0      0   \n",
       "3       Futrelle, Mrs. Jacques Heath (Lily May Peel)  female  35.0      1   \n",
       "4                           Allen, Mr. William Henry    male  35.0      0   \n",
       "\n",
       "   Parch            Ticket     Fare Cabin Embarked  \n",
       "0      0         A/5 21171   7.2500   NaN        S  \n",
       "1      0          PC 17599  71.2833   C85        C  \n",
       "2      0  STON/O2. 3101282   7.9250   NaN        S  \n",
       "3      0            113803  53.1000  C123        S  \n",
       "4      0            373450   8.0500   NaN        S  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('C:/Users/lenovo/BigData/PythonBase/titanic_trains.csv') #路径：绝对路径\n",
    "df = pd.read_csv('./titanic_trains.csv') #相对路径都支持,可以按快捷键tab补全路径\n",
    "df.head() #查看数据的前5行"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f24ebbdf",
   "metadata": {},
   "source": [
    "2缺失值的处理-删除"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "19f9faca",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PassengerId      0\n",
       "Survived         0\n",
       "Pclass           0\n",
       "Name             0\n",
       "Sex              0\n",
       "Age            177\n",
       "SibSp            0\n",
       "Parch            0\n",
       "Ticket           0\n",
       "Fare             0\n",
       "Cabin          687\n",
       "Embarked         2\n",
       "dtype: int64"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 按列删除(遵循80%法则)如果一列的非缺失部分低于80%则可以考虑删除该列，也就是缺失部分超过20%\n",
    "#axis按列还是行删除 how全部删除还是部分删除 thresh(非缺失值部分数据是多少，891是数据行，0.8是非缺失值占比)，inplace参数表示是否对原始原始\n",
    "#变量进行修改，Ture修改有返回值，false表示不修改并且没有返回值\n",
    "# df_drop = df.dropna(axis='columns',how='any',thresh=891*0.8) #3.10版本不支持how和thresh参数同时出现\n",
    "df_drop = df.dropna(axis='columns',thresh=891*0.8,inplace=False) #axis也可以是1，0，1代表列，0代表行\n",
    "#删掉缺失值占比超过20%的列之后，再看占比情况\n",
    "df_drop.isnull().sum()/df.shape[0]*100\n",
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a3b650c4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PassengerId    0.0\n",
       "Survived       0.0\n",
       "Pclass         0.0\n",
       "Name           0.0\n",
       "Sex            0.0\n",
       "Age            0.0\n",
       "SibSp          0.0\n",
       "Parch          0.0\n",
       "Ticket         0.0\n",
       "Fare           0.0\n",
       "Embarked       0.0\n",
       "dtype: float64"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#按行删除\n",
    "df_drop_row = df_drop.dropna(axis=0,how='any')#按行删除时不能指定thresh参数\n",
    "df_drop_row.isnull().sum()/891*100  #这样删完以后，整个df_drop_row一个缺失值都没有了"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d1ebc538",
   "metadata": {},
   "outputs": [
    {
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       "      <td>Futrelle, Mrs. Jacques Heath (Lily May Peel)</td>\n",
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       "      <td>male</td>\n",
       "      <td>35.0</td>\n",
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       "      <td>0</td>\n",
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      "text/plain": [
       "   PassengerId  Survived  Pclass  \\\n",
       "0            1         0       3   \n",
       "1            2         1       1   \n",
       "2            3         1       3   \n",
       "3            4         1       1   \n",
       "4            5         0       3   \n",
       "\n",
       "                                                Name     Sex   Age  SibSp  \\\n",
       "0                            Braund, Mr. Owen Harris    male  22.0      1   \n",
       "1  Cumings, Mrs. John Bradley (Florence Briggs Th...  female  38.0      1   \n",
       "2                             Heikkinen, Miss. Laina  female  26.0      0   \n",
       "3       Futrelle, Mrs. Jacques Heath (Lily May Peel)  female  35.0      1   \n",
       "4                           Allen, Mr. William Henry    male  35.0      0   \n",
       "\n",
       "   Parch            Ticket     Fare Embarked  \n",
       "0      0         A/5 21171   7.2500        S  \n",
       "1      0          PC 17599  71.2833        C  \n",
       "2      0  STON/O2. 3101282   7.9250        S  \n",
       "3      0            113803  53.1000        S  \n",
       "4      0            373450   8.0500        S  "
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     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "df_drop_row.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e1e0a18a",
   "metadata": {},
   "source": [
    "3.特征选择"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "fffd4c87",
   "metadata": {},
   "outputs": [
    {
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       "<p>712 rows × 8 columns</p>\n",
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      ],
      "text/plain": [
       "     Survived  Pclass     Sex   Age  SibSp  Parch     Fare Embarked\n",
       "0           0       3    male  22.0      1      0   7.2500        S\n",
       "1           1       1  female  38.0      1      0  71.2833        C\n",
       "2           1       3  female  26.0      0      0   7.9250        S\n",
       "3           1       1  female  35.0      1      0  53.1000        S\n",
       "4           0       3    male  35.0      0      0   8.0500        S\n",
       "..        ...     ...     ...   ...    ...    ...      ...      ...\n",
       "885         0       3  female  39.0      0      5  29.1250        Q\n",
       "886         0       2    male  27.0      0      0  13.0000        S\n",
       "887         1       1  female  19.0      0      0  30.0000        S\n",
       "889         1       1    male  26.0      0      0  30.0000        C\n",
       "890         0       3    male  32.0      0      0   7.7500        Q\n",
       "\n",
       "[712 rows x 8 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 删除数据，删除不相关的列,删除人为分析层面无意义的数据\n",
    "df_xgx = df_drop_row.drop(axis=1,columns=['PassengerId','Name','Ticket'])\n",
    "df_xgx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "8e984dde",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 在删除人为分析层面上无意义的数据后，有些列我不确定是否对模型有影响，这时候的特征选择可以选择过滤法中的相关性系数法中的皮尔逊相关性系数法\n",
    "# 用皮尔逊相关性系数法来确定哪些列是否对模型有影响\n",
    "# corr方法中最重要的参数：method : {'pearson:皮尔逊', 'kendall：肯德尔', 'spearman：斯皮尔曼'}，其中默认为pearson相关性系数方法\n",
    "# 处理的都是数值类型的数据 \n",
    "cor = df_xgx.corr()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "9fa799b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Survived</th>\n",
       "      <th>Pclass</th>\n",
       "      <th>Age</th>\n",
       "      <th>SibSp</th>\n",
       "      <th>Parch</th>\n",
       "      <th>Fare</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Survived</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.356462</td>\n",
       "      <td>-0.082446</td>\n",
       "      <td>-0.015523</td>\n",
       "      <td>0.095265</td>\n",
       "      <td>0.266100</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pclass</th>\n",
       "      <td>-0.356462</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.365902</td>\n",
       "      <td>0.065187</td>\n",
       "      <td>0.023666</td>\n",
       "      <td>-0.552893</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Age</th>\n",
       "      <td>-0.082446</td>\n",
       "      <td>-0.365902</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.307351</td>\n",
       "      <td>-0.187896</td>\n",
       "      <td>0.093143</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SibSp</th>\n",
       "      <td>-0.015523</td>\n",
       "      <td>0.065187</td>\n",
       "      <td>-0.307351</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.383338</td>\n",
       "      <td>0.139860</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Parch</th>\n",
       "      <td>0.095265</td>\n",
       "      <td>0.023666</td>\n",
       "      <td>-0.187896</td>\n",
       "      <td>0.383338</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.206624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Fare</th>\n",
       "      <td>0.266100</td>\n",
       "      <td>-0.552893</td>\n",
       "      <td>0.093143</td>\n",
       "      <td>0.139860</td>\n",
       "      <td>0.206624</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          Survived    Pclass       Age     SibSp     Parch      Fare\n",
       "Survived  1.000000 -0.356462 -0.082446 -0.015523  0.095265  0.266100\n",
       "Pclass   -0.356462  1.000000 -0.365902  0.065187  0.023666 -0.552893\n",
       "Age      -0.082446 -0.365902  1.000000 -0.307351 -0.187896  0.093143\n",
       "SibSp    -0.015523  0.065187 -0.307351  1.000000  0.383338  0.139860\n",
       "Parch     0.095265  0.023666 -0.187896  0.383338  1.000000  0.206624\n",
       "Fare      0.266100 -0.552893  0.093143  0.139860  0.206624  1.000000"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cor \n",
    "#可以看出对角线上面所有的值都是1，没有参考意义，是不要的，所以怎么看呢？以对角线为分割，可以看上半部分，也可以看下半部分\n",
    "# 取值范围是[-1,1]之间，正数表示正相关(比如x越大，y越大)，负数表示负相关(比如x越大，y越小)。越接近0相关性越低。等于0时表示完全不相关"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "16609803",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 泰坦尼克号幸存顾客预测，通过泰坦尼克号中乘客的数据来预测未来发生船难时哪些人可以幸存，哪些人不能幸存，那么这个模型的目标列为Survived\n",
    "# 冗余属性（不包含目标列）：如果属性之间的相关性为0.5(取绝对值)就可以认定属性之间的所表达的含义相同，说明这两列有1列是冗余的数据，也就是可以用1个属性代表另外一个属性\n",
    "# 比如Pclass列和Fare的相关系数为0.552893，说明这两列是冗余的，就可以删掉1列，这里在上面把Pclass这列删掉\n",
    "# 和目标列不相关的数据：如果相关性小于0.02就认为其不相关。比如和Survived目标列不相关的列有SibSp，相关系数为0.015523"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "50bdb48a",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_cor_drop = df_xgx.drop(axis=1,columns=['Pclass','SibSp']) #剔除冗余数据(Pclass)和剔除不相关数据SibSp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "0a696b19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Survived</th>\n",
       "      <th>Sex</th>\n",
       "      <th>Age</th>\n",
       "      <th>Parch</th>\n",
       "      <th>Fare</th>\n",
       "      <th>Embarked</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>male</td>\n",
       "      <td>22.0</td>\n",
       "      <td>0</td>\n",
       "      <td>7.2500</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>female</td>\n",
       "      <td>38.0</td>\n",
       "      <td>0</td>\n",
       "      <td>71.2833</td>\n",
       "      <td>C</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>female</td>\n",
       "      <td>26.0</td>\n",
       "      <td>0</td>\n",
       "      <td>7.9250</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1</td>\n",
       "      <td>female</td>\n",
       "      <td>35.0</td>\n",
       "      <td>0</td>\n",
       "      <td>53.1000</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>male</td>\n",
       "      <td>35.0</td>\n",
       "      <td>0</td>\n",
       "      <td>8.0500</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
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       "</div>"
      ],
      "text/plain": [
       "   Survived     Sex   Age  Parch     Fare Embarked\n",
       "0         0    male  22.0      0   7.2500        S\n",
       "1         1  female  38.0      0  71.2833        C\n",
       "2         1  female  26.0      0   7.9250        S\n",
       "3         1  female  35.0      0  53.1000        S\n",
       "4         0    male  35.0      0   8.0500        S"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_cor_drop.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "6461d0ed",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Seaborn是基于matplotlib的高级数据可视化库，专为统计图形设计，使得在Python中进行数据探索和分析变得更加简单高效。它提供了一系列美观且\n",
    "# 直观的图形，包括线图、散点图、直方图、热力图、箱线图等\n",
    "# pip install seaborn  #图形模块"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "489439e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "sns.heatmap(cor,annot=True)  #构建热力图 annot参数加上之后方块中就会出字\n",
    "plt.show()   #如果不加plt.show()这个库的方法，是看不到seaborn构建出来的热力图的，一定记得加上show()方法，不然可能不显示图行\n",
    "#相关性系数越高表示颜色越来越深"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7906d9cc",
   "metadata": {},
   "source": [
    "4.数学库中的特征选择-皮尔逊相关性系数"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "72192f29",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 使用scripy库下的皮尔逊相关性系数查看相关性系数   # 作为了解即可\n",
    "import pandas as pd\n",
    "from pandas import DataFrame as df\n",
    "from sklearn.datasets import load_iris #klearn中内置的一个数据集，还有多个类似load_iris的数据集\n",
    "from sklearn.feature_selection import SelectKBest\n",
    "from sklearn.feature_selection import chi2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "290a8630",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length (cm)</th>\n",
       "      <th>sepal width (cm)</th>\n",
       "      <th>petal length (cm)</th>\n",
       "      <th>petal width (cm)</th>\n",
       "      <th>target</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.3</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>87</th>\n",
       "      <td>6.3</td>\n",
       "      <td>2.3</td>\n",
       "      <td>4.4</td>\n",
       "      <td>1.3</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.3</td>\n",
       "      <td>1.7</td>\n",
       "      <td>0.5</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74</th>\n",
       "      <td>6.4</td>\n",
       "      <td>2.9</td>\n",
       "      <td>4.3</td>\n",
       "      <td>1.3</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>5.0</td>\n",
       "      <td>2.3</td>\n",
       "      <td>3.3</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    sepal length (cm)  sepal width (cm)  petal length (cm)  petal width (cm)  \\\n",
       "6                 4.6               3.4                1.4               0.3   \n",
       "87                6.3               2.3                4.4               1.3   \n",
       "23                5.1               3.3                1.7               0.5   \n",
       "74                6.4               2.9                4.3               1.3   \n",
       "93                5.0               2.3                3.3               1.0   \n",
       "\n",
       "    target  \n",
       "6        0  \n",
       "87       1  \n",
       "23       0  \n",
       "74       1  \n",
       "93       1  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "iris = load_iris()  # 是sklearn中内置的一个数据集 iris是一个字典\n",
    "X, y = iris.data,iris.target  #y为目标列，X为非目标列\n",
    "#以数据框形式查看数据，先定义一个数据框类型的变量，合并数据，把iris中的data属性和target属性合并,两种写法\n",
    "# 写法1\n",
    "# iris_x = pd.DataFrame(data=X,columns=iris.feature_names)\n",
    "# iris_y = pd.DataFrame(data=y,columns=['target'])\n",
    "# Iris_df = pd.concat((iris_x,iris_y),axis=1)\n",
    "# 写法2\n",
    "Iris_df=pd.concat([df(X,columns=iris.feature_names),df(y,columns=['target'])],axis=1)\n",
    "# 随机按列查看数据框的5行\n",
    "Iris_df.sample(5,axis=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "8452f579",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "PearsonRResult(statistic=0.7825612318100814, pvalue=2.8904783526140384e-32)\n",
      "PearsonRResult(statistic=-0.4266575607811244, pvalue=5.2015632551773126e-08)\n",
      "PearsonRResult(statistic=0.9490346990083885, pvalue=4.2018731529627324e-76)\n",
      "PearsonRResult(statistic=0.9565473328764029, pvalue=4.1553110153181703e-81)\n"
     ]
    }
   ],
   "source": [
    "from scipy import stats\n",
    "for i in range(X.shape[1]):  # 每一列和目标列之间的相关性\n",
    "    #X[:,i]写法：array类型的操作，arry类型数据取值[行/(起始行:结束行),列/(起始列:结束列)]  相当于行列切片\n",
    "    X_pear = stats.pearsonr(X[:,i], y)    \n",
    "    print(X_pear)  # 输出r值和p值  r值表示相关性系数，p值表示相关性显不显著"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ac371383",
   "metadata": {},
   "source": [
    "5.考试考点"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "f8030550",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f512824e",
   "metadata": {},
   "source": [
    "贷款预测预测分析\n",
    "通过用户历史的行用记录来分析是否可以为用户提供贷款\n",
    "Target：目标列，表示用户是否可以下发贷款"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "8b4388fb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Cust_No</th>\n",
       "      <th>Target</th>\n",
       "      <th>Nation</th>\n",
       "      <th>Birth_Place</th>\n",
       "      <th>Gender</th>\n",
       "      <th>Age</th>\n",
       "      <th>Marriage_State</th>\n",
       "      <th>Highest Education</th>\n",
       "      <th>House_State</th>\n",
       "      <th>Work_Years</th>\n",
       "      <th>...</th>\n",
       "      <th>ZX_Max_Overdue_Account</th>\n",
       "      <th>ZX_Link_Max_Overdue_Amount</th>\n",
       "      <th>ZX_Total_Overdu_Months</th>\n",
       "      <th>ZX_Max_Overdue_Duration</th>\n",
       "      <th>ZX_Max_Credits</th>\n",
       "      <th>ZX_Max_Credit_Banks</th>\n",
       "      <th>ZX_Max_Overdue_Credits</th>\n",
       "      <th>ZX_Credit_Max_Overdu_Amount</th>\n",
       "      <th>ZX_Credit_Total_Overdue_Months</th>\n",
       "      <th>ZX_Credit_Max_Overdue_Duration</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>330621</td>\n",
       "      <td>1</td>\n",
       "      <td>41</td>\n",
       "      <td>20.0</td>\n",
       "      <td>61.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>1</td>\n",
       "      <td>8</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>330621</td>\n",
       "      <td>1</td>\n",
       "      <td>41</td>\n",
       "      <td>20.0</td>\n",
       "      <td>71.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>330621</td>\n",
       "      <td>1</td>\n",
       "      <td>55</td>\n",
       "      <td>40.0</td>\n",
       "      <td>71.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>330621</td>\n",
       "      <td>1</td>\n",
       "      <td>41</td>\n",
       "      <td>20.0</td>\n",
       "      <td>61.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>68624</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>330621</td>\n",
       "      <td>0</td>\n",
       "      <td>40</td>\n",
       "      <td>99.0</td>\n",
       "      <td>90.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 34 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   Cust_No  Target  Nation  Birth_Place  Gender  Age  Marriage_State  \\\n",
       "0        0       0     1.0       330621       1   41            20.0   \n",
       "1        1       0     1.0       330621       1   41            20.0   \n",
       "2        2       0     1.0       330621       1   55            40.0   \n",
       "3        3       0     1.0       330621       1   41            20.0   \n",
       "4        4       0     1.0       330621       0   40            99.0   \n",
       "\n",
       "   Highest Education  House_State  Work_Years  ... ZX_Max_Overdue_Account  \\\n",
       "0               61.0          NaN           0  ...                      1   \n",
       "1               71.0          1.0           0  ...                      1   \n",
       "2               71.0          1.0           0  ...                      1   \n",
       "3               61.0          1.0       68624  ...                      0   \n",
       "4               90.0          1.0           0  ...                      0   \n",
       "\n",
       "   ZX_Link_Max_Overdue_Amount ZX_Total_Overdu_Months  ZX_Max_Overdue_Duration  \\\n",
       "0                           8                      1                        1   \n",
       "1                           0                      3                        1   \n",
       "2                           0                      2                        1   \n",
       "3                           0                      0                        0   \n",
       "4                           0                      0                        0   \n",
       "\n",
       "   ZX_Max_Credits  ZX_Max_Credit_Banks  ZX_Max_Overdue_Credits  \\\n",
       "0               0                    0                       0   \n",
       "1               2                    1                       0   \n",
       "2               1                    1                       0   \n",
       "3               1                    1                       0   \n",
       "4               0                    0                       0   \n",
       "\n",
       "   ZX_Credit_Max_Overdu_Amount  ZX_Credit_Total_Overdue_Months  \\\n",
       "0                            0                               0   \n",
       "1                            0                               0   \n",
       "2                            0                               0   \n",
       "3                            0                               0   \n",
       "4                            0                               0   \n",
       "\n",
       "   ZX_Credit_Max_Overdue_Duration  \n",
       "0                               0  \n",
       "1                               0  \n",
       "2                               0  \n",
       "3                               0  \n",
       "4                               0  \n",
       "\n",
       "[5 rows x 34 columns]"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv('./credit-default.csv')\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "178fa570",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Cust_No                            0.000000\n",
       "Target                             0.000000\n",
       "Nation                            33.070257\n",
       "Birth_Place                        0.000000\n",
       "Gender                             0.000000\n",
       "Age                                0.000000\n",
       "Marriage_State                    30.903745\n",
       "Highest Education                 29.913340\n",
       "House_State                       39.786444\n",
       "Work_Years                         0.000000\n",
       "Unit_Kind                         62.163417\n",
       "Title                             57.180439\n",
       "Occupation                        55.509130\n",
       "Duty                              11.900340\n",
       "Industry                          56.422160\n",
       "Year_Income                        0.000000\n",
       "Couple_Year_Income                68.926029\n",
       "L12_Month_Pay_Amount               0.000000\n",
       "Couple_L12_Month_Pay_Amount       68.926029\n",
       "Ast_Curr_Bal                       0.000000\n",
       "Std_Cred_Limit                     0.000000\n",
       "Loan_Curr_Bal                      0.000000\n",
       "ZX_Max_Account_Number              0.000000\n",
       "ZX_Max_Link_Banks                  0.000000\n",
       "ZX_Max_Overdue_Account             0.000000\n",
       "ZX_Link_Max_Overdue_Amount         0.000000\n",
       "ZX_Total_Overdu_Months             0.000000\n",
       "ZX_Max_Overdue_Duration            0.000000\n",
       "ZX_Max_Credits                     0.000000\n",
       "ZX_Max_Credit_Banks                0.000000\n",
       "ZX_Max_Overdue_Credits             0.000000\n",
       "ZX_Credit_Max_Overdu_Amount        0.000000\n",
       "ZX_Credit_Total_Overdue_Months     0.000000\n",
       "ZX_Credit_Max_Overdue_Duration     0.000000\n",
       "dtype: float64"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.isnull().sum()/df.shape[0] * 100  #发现有很多缺失值，删除缺失值过多的值"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "69b89e9d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 删除缺失值过多的值\n",
    "df_drop = df.dropna(axis=1,thresh=df.shape[0]*0.8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "677066a9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Cust_No                            0.00000\n",
       "Target                             0.00000\n",
       "Birth_Place                        0.00000\n",
       "Gender                             0.00000\n",
       "Age                                0.00000\n",
       "Work_Years                         0.00000\n",
       "Duty                              11.90034\n",
       "Year_Income                        0.00000\n",
       "L12_Month_Pay_Amount               0.00000\n",
       "Ast_Curr_Bal                       0.00000\n",
       "Std_Cred_Limit                     0.00000\n",
       "Loan_Curr_Bal                      0.00000\n",
       "ZX_Max_Account_Number              0.00000\n",
       "ZX_Max_Link_Banks                  0.00000\n",
       "ZX_Max_Overdue_Account             0.00000\n",
       "ZX_Link_Max_Overdue_Amount         0.00000\n",
       "ZX_Total_Overdu_Months             0.00000\n",
       "ZX_Max_Overdue_Duration            0.00000\n",
       "ZX_Max_Credits                     0.00000\n",
       "ZX_Max_Credit_Banks                0.00000\n",
       "ZX_Max_Overdue_Credits             0.00000\n",
       "ZX_Credit_Max_Overdu_Amount        0.00000\n",
       "ZX_Credit_Total_Overdue_Months     0.00000\n",
       "ZX_Credit_Max_Overdue_Duration     0.00000\n",
       "dtype: float64"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_drop.isnull().sum()/df_drop.shape[0] * 100  #发现还有缺失值，但没超过20%，按行删除"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "e478d59e",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_drop = df_drop.dropna(axis=0,how='any')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "f2c7f25b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Cust_No                           0.0\n",
       "Target                            0.0\n",
       "Birth_Place                       0.0\n",
       "Gender                            0.0\n",
       "Age                               0.0\n",
       "Work_Years                        0.0\n",
       "Duty                              0.0\n",
       "Year_Income                       0.0\n",
       "L12_Month_Pay_Amount              0.0\n",
       "Ast_Curr_Bal                      0.0\n",
       "Std_Cred_Limit                    0.0\n",
       "Loan_Curr_Bal                     0.0\n",
       "ZX_Max_Account_Number             0.0\n",
       "ZX_Max_Link_Banks                 0.0\n",
       "ZX_Max_Overdue_Account            0.0\n",
       "ZX_Link_Max_Overdue_Amount        0.0\n",
       "ZX_Total_Overdu_Months            0.0\n",
       "ZX_Max_Overdue_Duration           0.0\n",
       "ZX_Max_Credits                    0.0\n",
       "ZX_Max_Credit_Banks               0.0\n",
       "ZX_Max_Overdue_Credits            0.0\n",
       "ZX_Credit_Max_Overdu_Amount       0.0\n",
       "ZX_Credit_Total_Overdue_Months    0.0\n",
       "ZX_Credit_Max_Overdue_Duration    0.0\n",
       "dtype: float64"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_drop.isnull().sum()/df_drop.shape[0] * 100  # 没有缺失值了"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "637dd513",
   "metadata": {},
   "source": [
    "6.相关性系数分析"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "a9cd2e9c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Cust_No</th>\n",
       "      <th>Target</th>\n",
       "      <th>Birth_Place</th>\n",
       "      <th>Gender</th>\n",
       "      <th>Age</th>\n",
       "      <th>Work_Years</th>\n",
       "      <th>Duty</th>\n",
       "      <th>Year_Income</th>\n",
       "      <th>L12_Month_Pay_Amount</th>\n",
       "      <th>Ast_Curr_Bal</th>\n",
       "      <th>...</th>\n",
       "      <th>ZX_Max_Overdue_Account</th>\n",
       "      <th>ZX_Link_Max_Overdue_Amount</th>\n",
       "      <th>ZX_Total_Overdu_Months</th>\n",
       "      <th>ZX_Max_Overdue_Duration</th>\n",
       "      <th>ZX_Max_Credits</th>\n",
       "      <th>ZX_Max_Credit_Banks</th>\n",
       "      <th>ZX_Max_Overdue_Credits</th>\n",
       "      <th>ZX_Credit_Max_Overdu_Amount</th>\n",
       "      <th>ZX_Credit_Total_Overdue_Months</th>\n",
       "      <th>ZX_Credit_Max_Overdue_Duration</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Cust_No</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.002216</td>\n",
       "      <td>-0.006657</td>\n",
       "      <td>0.013855</td>\n",
       "      <td>-0.015100</td>\n",
       "      <td>-0.011111</td>\n",
       "      <td>0.013990</td>\n",
       "      <td>-0.020408</td>\n",
       "      <td>-0.014294</td>\n",
       "      <td>-0.000040</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000952</td>\n",
       "      <td>0.003663</td>\n",
       "      <td>-0.000033</td>\n",
       "      <td>0.016796</td>\n",
       "      <td>-0.002032</td>\n",
       "      <td>0.003389</td>\n",
       "      <td>-0.033376</td>\n",
       "      <td>-0.025873</td>\n",
       "      <td>-0.028929</td>\n",
       "      <td>-0.021032</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Target</th>\n",
       "      <td>0.002216</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.008972</td>\n",
       "      <td>0.030080</td>\n",
       "      <td>-0.007251</td>\n",
       "      <td>0.002187</td>\n",
       "      <td>0.036300</td>\n",
       "      <td>-0.001914</td>\n",
       "      <td>-0.014208</td>\n",
       "      <td>-0.014826</td>\n",
       "      <td>...</td>\n",
       "      <td>0.114614</td>\n",
       "      <td>0.049582</td>\n",
       "      <td>0.043237</td>\n",
       "      <td>0.131001</td>\n",
       "      <td>0.032128</td>\n",
       "      <td>0.037445</td>\n",
       "      <td>0.088583</td>\n",
       "      <td>0.013803</td>\n",
       "      <td>0.027685</td>\n",
       "      <td>0.096663</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birth_Place</th>\n",
       "      <td>-0.006657</td>\n",
       "      <td>-0.008972</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.047769</td>\n",
       "      <td>-0.012464</td>\n",
       "      <td>-0.028775</td>\n",
       "      <td>0.043588</td>\n",
       "      <td>-0.001661</td>\n",
       "      <td>-0.007966</td>\n",
       "      <td>0.031203</td>\n",
       "      <td>...</td>\n",
       "      <td>0.001345</td>\n",
       "      <td>-0.007976</td>\n",
       "      <td>-0.019833</td>\n",
       "      <td>-0.020352</td>\n",
       "      <td>0.015306</td>\n",
       "      <td>0.028340</td>\n",
       "      <td>0.010424</td>\n",
       "      <td>0.006398</td>\n",
       "      <td>-0.001755</td>\n",
       "      <td>0.014860</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gender</th>\n",
       "      <td>0.013855</td>\n",
       "      <td>0.030080</td>\n",
       "      <td>-0.047769</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.134335</td>\n",
       "      <td>0.057293</td>\n",
       "      <td>0.048696</td>\n",
       "      <td>0.009717</td>\n",
       "      <td>0.004856</td>\n",
       "      <td>-0.043412</td>\n",
       "      <td>...</td>\n",
       "      <td>0.045796</td>\n",
       "      <td>0.032824</td>\n",
       "      <td>0.058677</td>\n",
       "      <td>0.067258</td>\n",
       "      <td>0.090312</td>\n",
       "      <td>0.128568</td>\n",
       "      <td>0.041291</td>\n",
       "      <td>0.004710</td>\n",
       "      <td>0.015315</td>\n",
       "      <td>0.041642</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Age</th>\n",
       "      <td>-0.015100</td>\n",
       "      <td>-0.007251</td>\n",
       "      <td>-0.012464</td>\n",
       "      <td>0.134335</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.237809</td>\n",
       "      <td>0.080764</td>\n",
       "      <td>-0.008493</td>\n",
       "      <td>0.050526</td>\n",
       "      <td>0.037494</td>\n",
       "      <td>...</td>\n",
       "      <td>0.115131</td>\n",
       "      <td>0.073568</td>\n",
       "      <td>0.117735</td>\n",
       "      <td>0.144742</td>\n",
       "      <td>0.021230</td>\n",
       "      <td>0.067227</td>\n",
       "      <td>0.095192</td>\n",
       "      <td>0.054510</td>\n",
       "      <td>0.057156</td>\n",
       "      <td>0.103053</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Work_Years</th>\n",
       "      <td>-0.011111</td>\n",
       "      <td>0.002187</td>\n",
       "      <td>-0.028775</td>\n",
       "      <td>0.057293</td>\n",
       "      <td>0.237809</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.055141</td>\n",
       "      <td>-0.004327</td>\n",
       "      <td>0.100147</td>\n",
       "      <td>0.031446</td>\n",
       "      <td>...</td>\n",
       "      <td>0.135329</td>\n",
       "      <td>0.081108</td>\n",
       "      <td>0.148485</td>\n",
       "      <td>0.130630</td>\n",
       "      <td>0.063635</td>\n",
       "      <td>0.083556</td>\n",
       "      <td>0.096772</td>\n",
       "      <td>0.089133</td>\n",
       "      <td>0.054943</td>\n",
       "      <td>0.100285</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Duty</th>\n",
       "      <td>0.013990</td>\n",
       "      <td>0.036300</td>\n",
       "      <td>0.043588</td>\n",
       "      <td>0.048696</td>\n",
       "      <td>0.080764</td>\n",
       "      <td>-0.055141</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.021780</td>\n",
       "      <td>-0.038528</td>\n",
       "      <td>-0.000911</td>\n",
       "      <td>...</td>\n",
       "      <td>0.112070</td>\n",
       "      <td>0.039385</td>\n",
       "      <td>0.082807</td>\n",
       "      <td>0.112750</td>\n",
       "      <td>0.099493</td>\n",
       "      <td>0.159620</td>\n",
       "      <td>0.053501</td>\n",
       "      <td>0.001078</td>\n",
       "      <td>0.042652</td>\n",
       "      <td>0.057410</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Year_Income</th>\n",
       "      <td>-0.020408</td>\n",
       "      <td>-0.001914</td>\n",
       "      <td>-0.001661</td>\n",
       "      <td>0.009717</td>\n",
       "      <td>-0.008493</td>\n",
       "      <td>-0.004327</td>\n",
       "      <td>0.021780</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.001877</td>\n",
       "      <td>-0.001190</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.006509</td>\n",
       "      <td>-0.001162</td>\n",
       "      <td>-0.002811</td>\n",
       "      <td>-0.006652</td>\n",
       "      <td>-0.005019</td>\n",
       "      <td>-0.006747</td>\n",
       "      <td>-0.001885</td>\n",
       "      <td>-0.000338</td>\n",
       "      <td>-0.000740</td>\n",
       "      <td>-0.001975</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>L12_Month_Pay_Amount</th>\n",
       "      <td>-0.014294</td>\n",
       "      <td>-0.014208</td>\n",
       "      <td>-0.007966</td>\n",
       "      <td>0.004856</td>\n",
       "      <td>0.050526</td>\n",
       "      <td>0.100147</td>\n",
       "      <td>-0.038528</td>\n",
       "      <td>-0.001877</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.022534</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.005070</td>\n",
       "      <td>-0.002421</td>\n",
       "      <td>-0.006134</td>\n",
       "      <td>-0.008407</td>\n",
       "      <td>0.005901</td>\n",
       "      <td>-0.001169</td>\n",
       "      <td>0.005243</td>\n",
       "      <td>-0.009069</td>\n",
       "      <td>0.005829</td>\n",
       "      <td>-0.001265</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ast_Curr_Bal</th>\n",
       "      <td>-0.000040</td>\n",
       "      <td>-0.014826</td>\n",
       "      <td>0.031203</td>\n",
       "      <td>-0.043412</td>\n",
       "      <td>0.037494</td>\n",
       "      <td>0.031446</td>\n",
       "      <td>-0.000911</td>\n",
       "      <td>-0.001190</td>\n",
       "      <td>0.022534</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>-0.033054</td>\n",
       "      <td>-0.011423</td>\n",
       "      <td>-0.012360</td>\n",
       "      <td>-0.029930</td>\n",
       "      <td>-0.010094</td>\n",
       "      <td>-0.028333</td>\n",
       "      <td>-0.011697</td>\n",
       "      <td>-0.006535</td>\n",
       "      <td>-0.003004</td>\n",
       "      <td>-0.013940</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Std_Cred_Limit</th>\n",
       "      <td>0.004391</td>\n",
       "      <td>-0.004573</td>\n",
       "      <td>0.001911</td>\n",
       "      <td>0.015738</td>\n",
       "      <td>0.146220</td>\n",
       "      <td>0.051234</td>\n",
       "      <td>0.002693</td>\n",
       "      <td>-0.000899</td>\n",
       "      <td>0.630280</td>\n",
       "      <td>0.061018</td>\n",
       "      <td>...</td>\n",
       "      <td>0.076753</td>\n",
       "      <td>0.049196</td>\n",
       "      <td>0.026323</td>\n",
       "      <td>0.054649</td>\n",
       "      <td>0.088421</td>\n",
       "      <td>0.069714</td>\n",
       "      <td>0.059428</td>\n",
       "      <td>0.039406</td>\n",
       "      <td>0.043723</td>\n",
       "      <td>0.044976</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Loan_Curr_Bal</th>\n",
       "      <td>0.030088</td>\n",
       "      <td>-0.004506</td>\n",
       "      <td>0.014828</td>\n",
       "      <td>0.070275</td>\n",
       "      <td>0.121098</td>\n",
       "      <td>0.104022</td>\n",
       "      <td>0.088369</td>\n",
       "      <td>-0.000487</td>\n",
       "      <td>-0.010164</td>\n",
       "      <td>0.041693</td>\n",
       "      <td>...</td>\n",
       "      <td>0.127222</td>\n",
       "      <td>0.073824</td>\n",
       "      <td>0.426739</td>\n",
       "      <td>0.087026</td>\n",
       "      <td>0.164574</td>\n",
       "      <td>0.191957</td>\n",
       "      <td>0.113722</td>\n",
       "      <td>0.117715</td>\n",
       "      <td>0.254122</td>\n",
       "      <td>0.116394</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Account_Number</th>\n",
       "      <td>-0.004291</td>\n",
       "      <td>0.031509</td>\n",
       "      <td>0.032061</td>\n",
       "      <td>0.025347</td>\n",
       "      <td>0.047349</td>\n",
       "      <td>0.080577</td>\n",
       "      <td>0.105535</td>\n",
       "      <td>0.012084</td>\n",
       "      <td>0.013806</td>\n",
       "      <td>-0.016698</td>\n",
       "      <td>...</td>\n",
       "      <td>0.567704</td>\n",
       "      <td>0.181528</td>\n",
       "      <td>0.198449</td>\n",
       "      <td>0.373200</td>\n",
       "      <td>0.426491</td>\n",
       "      <td>0.515672</td>\n",
       "      <td>0.208687</td>\n",
       "      <td>0.080879</td>\n",
       "      <td>0.096473</td>\n",
       "      <td>0.192711</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Link_Banks</th>\n",
       "      <td>-0.001919</td>\n",
       "      <td>0.032568</td>\n",
       "      <td>0.033627</td>\n",
       "      <td>0.042929</td>\n",
       "      <td>0.040641</td>\n",
       "      <td>0.077650</td>\n",
       "      <td>0.129123</td>\n",
       "      <td>0.019382</td>\n",
       "      <td>0.014060</td>\n",
       "      <td>-0.018465</td>\n",
       "      <td>...</td>\n",
       "      <td>0.597325</td>\n",
       "      <td>0.190814</td>\n",
       "      <td>0.215091</td>\n",
       "      <td>0.412799</td>\n",
       "      <td>0.449217</td>\n",
       "      <td>0.550012</td>\n",
       "      <td>0.214414</td>\n",
       "      <td>0.081836</td>\n",
       "      <td>0.098708</td>\n",
       "      <td>0.203161</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Overdue_Account</th>\n",
       "      <td>0.000952</td>\n",
       "      <td>0.114614</td>\n",
       "      <td>0.001345</td>\n",
       "      <td>0.045796</td>\n",
       "      <td>0.115131</td>\n",
       "      <td>0.135329</td>\n",
       "      <td>0.112070</td>\n",
       "      <td>-0.006509</td>\n",
       "      <td>-0.005070</td>\n",
       "      <td>-0.033054</td>\n",
       "      <td>...</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.354334</td>\n",
       "      <td>0.456646</td>\n",
       "      <td>0.703354</td>\n",
       "      <td>0.285354</td>\n",
       "      <td>0.343897</td>\n",
       "      <td>0.298527</td>\n",
       "      <td>0.132912</td>\n",
       "      <td>0.160064</td>\n",
       "      <td>0.281799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Link_Max_Overdue_Amount</th>\n",
       "      <td>0.003663</td>\n",
       "      <td>0.049582</td>\n",
       "      <td>-0.007976</td>\n",
       "      <td>0.032824</td>\n",
       "      <td>0.073568</td>\n",
       "      <td>0.081108</td>\n",
       "      <td>0.039385</td>\n",
       "      <td>-0.001162</td>\n",
       "      <td>-0.002421</td>\n",
       "      <td>-0.011423</td>\n",
       "      <td>...</td>\n",
       "      <td>0.354334</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.244801</td>\n",
       "      <td>0.375759</td>\n",
       "      <td>0.112356</td>\n",
       "      <td>0.123364</td>\n",
       "      <td>0.239186</td>\n",
       "      <td>0.111232</td>\n",
       "      <td>0.134327</td>\n",
       "      <td>0.241053</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Total_Overdu_Months</th>\n",
       "      <td>-0.000033</td>\n",
       "      <td>0.043237</td>\n",
       "      <td>-0.019833</td>\n",
       "      <td>0.058677</td>\n",
       "      <td>0.117735</td>\n",
       "      <td>0.148485</td>\n",
       "      <td>0.082807</td>\n",
       "      <td>-0.002811</td>\n",
       "      <td>-0.006134</td>\n",
       "      <td>-0.012360</td>\n",
       "      <td>...</td>\n",
       "      <td>0.456646</td>\n",
       "      <td>0.244801</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.472750</td>\n",
       "      <td>0.146834</td>\n",
       "      <td>0.165119</td>\n",
       "      <td>0.170523</td>\n",
       "      <td>0.130723</td>\n",
       "      <td>0.363019</td>\n",
       "      <td>0.194176</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Overdue_Duration</th>\n",
       "      <td>0.016796</td>\n",
       "      <td>0.131001</td>\n",
       "      <td>-0.020352</td>\n",
       "      <td>0.067258</td>\n",
       "      <td>0.144742</td>\n",
       "      <td>0.130630</td>\n",
       "      <td>0.112750</td>\n",
       "      <td>-0.006652</td>\n",
       "      <td>-0.008407</td>\n",
       "      <td>-0.029930</td>\n",
       "      <td>...</td>\n",
       "      <td>0.703354</td>\n",
       "      <td>0.375759</td>\n",
       "      <td>0.472750</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.216564</td>\n",
       "      <td>0.264245</td>\n",
       "      <td>0.269424</td>\n",
       "      <td>0.120535</td>\n",
       "      <td>0.166815</td>\n",
       "      <td>0.327235</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Credits</th>\n",
       "      <td>-0.002032</td>\n",
       "      <td>0.032128</td>\n",
       "      <td>0.015306</td>\n",
       "      <td>0.090312</td>\n",
       "      <td>0.021230</td>\n",
       "      <td>0.063635</td>\n",
       "      <td>0.099493</td>\n",
       "      <td>-0.005019</td>\n",
       "      <td>0.005901</td>\n",
       "      <td>-0.010094</td>\n",
       "      <td>...</td>\n",
       "      <td>0.285354</td>\n",
       "      <td>0.112356</td>\n",
       "      <td>0.146834</td>\n",
       "      <td>0.216564</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.808926</td>\n",
       "      <td>0.297824</td>\n",
       "      <td>0.088220</td>\n",
       "      <td>0.144520</td>\n",
       "      <td>0.247234</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Credit_Banks</th>\n",
       "      <td>0.003389</td>\n",
       "      <td>0.037445</td>\n",
       "      <td>0.028340</td>\n",
       "      <td>0.128568</td>\n",
       "      <td>0.067227</td>\n",
       "      <td>0.083556</td>\n",
       "      <td>0.159620</td>\n",
       "      <td>-0.006747</td>\n",
       "      <td>-0.001169</td>\n",
       "      <td>-0.028333</td>\n",
       "      <td>...</td>\n",
       "      <td>0.343897</td>\n",
       "      <td>0.123364</td>\n",
       "      <td>0.165119</td>\n",
       "      <td>0.264245</td>\n",
       "      <td>0.808926</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.314184</td>\n",
       "      <td>0.095411</td>\n",
       "      <td>0.145988</td>\n",
       "      <td>0.267683</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Max_Overdue_Credits</th>\n",
       "      <td>-0.033376</td>\n",
       "      <td>0.088583</td>\n",
       "      <td>0.010424</td>\n",
       "      <td>0.041291</td>\n",
       "      <td>0.095192</td>\n",
       "      <td>0.096772</td>\n",
       "      <td>0.053501</td>\n",
       "      <td>-0.001885</td>\n",
       "      <td>0.005243</td>\n",
       "      <td>-0.011697</td>\n",
       "      <td>...</td>\n",
       "      <td>0.298527</td>\n",
       "      <td>0.239186</td>\n",
       "      <td>0.170523</td>\n",
       "      <td>0.269424</td>\n",
       "      <td>0.297824</td>\n",
       "      <td>0.314184</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.308987</td>\n",
       "      <td>0.397026</td>\n",
       "      <td>0.619467</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Credit_Max_Overdu_Amount</th>\n",
       "      <td>-0.025873</td>\n",
       "      <td>0.013803</td>\n",
       "      <td>0.006398</td>\n",
       "      <td>0.004710</td>\n",
       "      <td>0.054510</td>\n",
       "      <td>0.089133</td>\n",
       "      <td>0.001078</td>\n",
       "      <td>-0.000338</td>\n",
       "      <td>-0.009069</td>\n",
       "      <td>-0.006535</td>\n",
       "      <td>...</td>\n",
       "      <td>0.132912</td>\n",
       "      <td>0.111232</td>\n",
       "      <td>0.130723</td>\n",
       "      <td>0.120535</td>\n",
       "      <td>0.088220</td>\n",
       "      <td>0.095411</td>\n",
       "      <td>0.308987</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.476268</td>\n",
       "      <td>0.442725</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Credit_Total_Overdue_Months</th>\n",
       "      <td>-0.028929</td>\n",
       "      <td>0.027685</td>\n",
       "      <td>-0.001755</td>\n",
       "      <td>0.015315</td>\n",
       "      <td>0.057156</td>\n",
       "      <td>0.054943</td>\n",
       "      <td>0.042652</td>\n",
       "      <td>-0.000740</td>\n",
       "      <td>0.005829</td>\n",
       "      <td>-0.003004</td>\n",
       "      <td>...</td>\n",
       "      <td>0.160064</td>\n",
       "      <td>0.134327</td>\n",
       "      <td>0.363019</td>\n",
       "      <td>0.166815</td>\n",
       "      <td>0.144520</td>\n",
       "      <td>0.145988</td>\n",
       "      <td>0.397026</td>\n",
       "      <td>0.476268</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.490774</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ZX_Credit_Max_Overdue_Duration</th>\n",
       "      <td>-0.021032</td>\n",
       "      <td>0.096663</td>\n",
       "      <td>0.014860</td>\n",
       "      <td>0.041642</td>\n",
       "      <td>0.103053</td>\n",
       "      <td>0.100285</td>\n",
       "      <td>0.057410</td>\n",
       "      <td>-0.001975</td>\n",
       "      <td>-0.001265</td>\n",
       "      <td>-0.013940</td>\n",
       "      <td>...</td>\n",
       "      <td>0.281799</td>\n",
       "      <td>0.241053</td>\n",
       "      <td>0.194176</td>\n",
       "      <td>0.327235</td>\n",
       "      <td>0.247234</td>\n",
       "      <td>0.267683</td>\n",
       "      <td>0.619467</td>\n",
       "      <td>0.442725</td>\n",
       "      <td>0.490774</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>24 rows × 24 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                 Cust_No    Target  Birth_Place    Gender  \\\n",
       "Cust_No                         1.000000  0.002216    -0.006657  0.013855   \n",
       "Target                          0.002216  1.000000    -0.008972  0.030080   \n",
       "Birth_Place                    -0.006657 -0.008972     1.000000 -0.047769   \n",
       "Gender                          0.013855  0.030080    -0.047769  1.000000   \n",
       "Age                            -0.015100 -0.007251    -0.012464  0.134335   \n",
       "Work_Years                     -0.011111  0.002187    -0.028775  0.057293   \n",
       "Duty                            0.013990  0.036300     0.043588  0.048696   \n",
       "Year_Income                    -0.020408 -0.001914    -0.001661  0.009717   \n",
       "L12_Month_Pay_Amount           -0.014294 -0.014208    -0.007966  0.004856   \n",
       "Ast_Curr_Bal                   -0.000040 -0.014826     0.031203 -0.043412   \n",
       "Std_Cred_Limit                  0.004391 -0.004573     0.001911  0.015738   \n",
       "Loan_Curr_Bal                   0.030088 -0.004506     0.014828  0.070275   \n",
       "ZX_Max_Account_Number          -0.004291  0.031509     0.032061  0.025347   \n",
       "ZX_Max_Link_Banks              -0.001919  0.032568     0.033627  0.042929   \n",
       "ZX_Max_Overdue_Account          0.000952  0.114614     0.001345  0.045796   \n",
       "ZX_Link_Max_Overdue_Amount      0.003663  0.049582    -0.007976  0.032824   \n",
       "ZX_Total_Overdu_Months         -0.000033  0.043237    -0.019833  0.058677   \n",
       "ZX_Max_Overdue_Duration         0.016796  0.131001    -0.020352  0.067258   \n",
       "ZX_Max_Credits                 -0.002032  0.032128     0.015306  0.090312   \n",
       "ZX_Max_Credit_Banks             0.003389  0.037445     0.028340  0.128568   \n",
       "ZX_Max_Overdue_Credits         -0.033376  0.088583     0.010424  0.041291   \n",
       "ZX_Credit_Max_Overdu_Amount    -0.025873  0.013803     0.006398  0.004710   \n",
       "ZX_Credit_Total_Overdue_Months -0.028929  0.027685    -0.001755  0.015315   \n",
       "ZX_Credit_Max_Overdue_Duration -0.021032  0.096663     0.014860  0.041642   \n",
       "\n",
       "                                     Age  Work_Years      Duty  Year_Income  \\\n",
       "Cust_No                        -0.015100   -0.011111  0.013990    -0.020408   \n",
       "Target                         -0.007251    0.002187  0.036300    -0.001914   \n",
       "Birth_Place                    -0.012464   -0.028775  0.043588    -0.001661   \n",
       "Gender                          0.134335    0.057293  0.048696     0.009717   \n",
       "Age                             1.000000    0.237809  0.080764    -0.008493   \n",
       "Work_Years                      0.237809    1.000000 -0.055141    -0.004327   \n",
       "Duty                            0.080764   -0.055141  1.000000     0.021780   \n",
       "Year_Income                    -0.008493   -0.004327  0.021780     1.000000   \n",
       "L12_Month_Pay_Amount            0.050526    0.100147 -0.038528    -0.001877   \n",
       "Ast_Curr_Bal                    0.037494    0.031446 -0.000911    -0.001190   \n",
       "Std_Cred_Limit                  0.146220    0.051234  0.002693    -0.000899   \n",
       "Loan_Curr_Bal                   0.121098    0.104022  0.088369    -0.000487   \n",
       "ZX_Max_Account_Number           0.047349    0.080577  0.105535     0.012084   \n",
       "ZX_Max_Link_Banks               0.040641    0.077650  0.129123     0.019382   \n",
       "ZX_Max_Overdue_Account          0.115131    0.135329  0.112070    -0.006509   \n",
       "ZX_Link_Max_Overdue_Amount      0.073568    0.081108  0.039385    -0.001162   \n",
       "ZX_Total_Overdu_Months          0.117735    0.148485  0.082807    -0.002811   \n",
       "ZX_Max_Overdue_Duration         0.144742    0.130630  0.112750    -0.006652   \n",
       "ZX_Max_Credits                  0.021230    0.063635  0.099493    -0.005019   \n",
       "ZX_Max_Credit_Banks             0.067227    0.083556  0.159620    -0.006747   \n",
       "ZX_Max_Overdue_Credits          0.095192    0.096772  0.053501    -0.001885   \n",
       "ZX_Credit_Max_Overdu_Amount     0.054510    0.089133  0.001078    -0.000338   \n",
       "ZX_Credit_Total_Overdue_Months  0.057156    0.054943  0.042652    -0.000740   \n",
       "ZX_Credit_Max_Overdue_Duration  0.103053    0.100285  0.057410    -0.001975   \n",
       "\n",
       "                                L12_Month_Pay_Amount  Ast_Curr_Bal  ...  \\\n",
       "Cust_No                                    -0.014294     -0.000040  ...   \n",
       "Target                                     -0.014208     -0.014826  ...   \n",
       "Birth_Place                                -0.007966      0.031203  ...   \n",
       "Gender                                      0.004856     -0.043412  ...   \n",
       "Age                                         0.050526      0.037494  ...   \n",
       "Work_Years                                  0.100147      0.031446  ...   \n",
       "Duty                                       -0.038528     -0.000911  ...   \n",
       "Year_Income                                -0.001877     -0.001190  ...   \n",
       "L12_Month_Pay_Amount                        1.000000      0.022534  ...   \n",
       "Ast_Curr_Bal                                0.022534      1.000000  ...   \n",
       "Std_Cred_Limit                              0.630280      0.061018  ...   \n",
       "Loan_Curr_Bal                              -0.010164      0.041693  ...   \n",
       "ZX_Max_Account_Number                       0.013806     -0.016698  ...   \n",
       "ZX_Max_Link_Banks                           0.014060     -0.018465  ...   \n",
       "ZX_Max_Overdue_Account                     -0.005070     -0.033054  ...   \n",
       "ZX_Link_Max_Overdue_Amount                 -0.002421     -0.011423  ...   \n",
       "ZX_Total_Overdu_Months                     -0.006134     -0.012360  ...   \n",
       "ZX_Max_Overdue_Duration                    -0.008407     -0.029930  ...   \n",
       "ZX_Max_Credits                              0.005901     -0.010094  ...   \n",
       "ZX_Max_Credit_Banks                        -0.001169     -0.028333  ...   \n",
       "ZX_Max_Overdue_Credits                      0.005243     -0.011697  ...   \n",
       "ZX_Credit_Max_Overdu_Amount                -0.009069     -0.006535  ...   \n",
       "ZX_Credit_Total_Overdue_Months              0.005829     -0.003004  ...   \n",
       "ZX_Credit_Max_Overdue_Duration             -0.001265     -0.013940  ...   \n",
       "\n",
       "                                ZX_Max_Overdue_Account  \\\n",
       "Cust_No                                       0.000952   \n",
       "Target                                        0.114614   \n",
       "Birth_Place                                   0.001345   \n",
       "Gender                                        0.045796   \n",
       "Age                                           0.115131   \n",
       "Work_Years                                    0.135329   \n",
       "Duty                                          0.112070   \n",
       "Year_Income                                  -0.006509   \n",
       "L12_Month_Pay_Amount                         -0.005070   \n",
       "Ast_Curr_Bal                                 -0.033054   \n",
       "Std_Cred_Limit                                0.076753   \n",
       "Loan_Curr_Bal                                 0.127222   \n",
       "ZX_Max_Account_Number                         0.567704   \n",
       "ZX_Max_Link_Banks                             0.597325   \n",
       "ZX_Max_Overdue_Account                        1.000000   \n",
       "ZX_Link_Max_Overdue_Amount                    0.354334   \n",
       "ZX_Total_Overdu_Months                        0.456646   \n",
       "ZX_Max_Overdue_Duration                       0.703354   \n",
       "ZX_Max_Credits                                0.285354   \n",
       "ZX_Max_Credit_Banks                           0.343897   \n",
       "ZX_Max_Overdue_Credits                        0.298527   \n",
       "ZX_Credit_Max_Overdu_Amount                   0.132912   \n",
       "ZX_Credit_Total_Overdue_Months                0.160064   \n",
       "ZX_Credit_Max_Overdue_Duration                0.281799   \n",
       "\n",
       "                                ZX_Link_Max_Overdue_Amount  \\\n",
       "Cust_No                                           0.003663   \n",
       "Target                                            0.049582   \n",
       "Birth_Place                                      -0.007976   \n",
       "Gender                                            0.032824   \n",
       "Age                                               0.073568   \n",
       "Work_Years                                        0.081108   \n",
       "Duty                                              0.039385   \n",
       "Year_Income                                      -0.001162   \n",
       "L12_Month_Pay_Amount                             -0.002421   \n",
       "Ast_Curr_Bal                                     -0.011423   \n",
       "Std_Cred_Limit                                    0.049196   \n",
       "Loan_Curr_Bal                                     0.073824   \n",
       "ZX_Max_Account_Number                             0.181528   \n",
       "ZX_Max_Link_Banks                                 0.190814   \n",
       "ZX_Max_Overdue_Account                            0.354334   \n",
       "ZX_Link_Max_Overdue_Amount                        1.000000   \n",
       "ZX_Total_Overdu_Months                            0.244801   \n",
       "ZX_Max_Overdue_Duration                           0.375759   \n",
       "ZX_Max_Credits                                    0.112356   \n",
       "ZX_Max_Credit_Banks                               0.123364   \n",
       "ZX_Max_Overdue_Credits                            0.239186   \n",
       "ZX_Credit_Max_Overdu_Amount                       0.111232   \n",
       "ZX_Credit_Total_Overdue_Months                    0.134327   \n",
       "ZX_Credit_Max_Overdue_Duration                    0.241053   \n",
       "\n",
       "                                ZX_Total_Overdu_Months  \\\n",
       "Cust_No                                      -0.000033   \n",
       "Target                                        0.043237   \n",
       "Birth_Place                                  -0.019833   \n",
       "Gender                                        0.058677   \n",
       "Age                                           0.117735   \n",
       "Work_Years                                    0.148485   \n",
       "Duty                                          0.082807   \n",
       "Year_Income                                  -0.002811   \n",
       "L12_Month_Pay_Amount                         -0.006134   \n",
       "Ast_Curr_Bal                                 -0.012360   \n",
       "Std_Cred_Limit                                0.026323   \n",
       "Loan_Curr_Bal                                 0.426739   \n",
       "ZX_Max_Account_Number                         0.198449   \n",
       "ZX_Max_Link_Banks                             0.215091   \n",
       "ZX_Max_Overdue_Account                        0.456646   \n",
       "ZX_Link_Max_Overdue_Amount                    0.244801   \n",
       "ZX_Total_Overdu_Months                        1.000000   \n",
       "ZX_Max_Overdue_Duration                       0.472750   \n",
       "ZX_Max_Credits                                0.146834   \n",
       "ZX_Max_Credit_Banks                           0.165119   \n",
       "ZX_Max_Overdue_Credits                        0.170523   \n",
       "ZX_Credit_Max_Overdu_Amount                   0.130723   \n",
       "ZX_Credit_Total_Overdue_Months                0.363019   \n",
       "ZX_Credit_Max_Overdue_Duration                0.194176   \n",
       "\n",
       "                                ZX_Max_Overdue_Duration  ZX_Max_Credits  \\\n",
       "Cust_No                                        0.016796       -0.002032   \n",
       "Target                                         0.131001        0.032128   \n",
       "Birth_Place                                   -0.020352        0.015306   \n",
       "Gender                                         0.067258        0.090312   \n",
       "Age                                            0.144742        0.021230   \n",
       "Work_Years                                     0.130630        0.063635   \n",
       "Duty                                           0.112750        0.099493   \n",
       "Year_Income                                   -0.006652       -0.005019   \n",
       "L12_Month_Pay_Amount                          -0.008407        0.005901   \n",
       "Ast_Curr_Bal                                  -0.029930       -0.010094   \n",
       "Std_Cred_Limit                                 0.054649        0.088421   \n",
       "Loan_Curr_Bal                                  0.087026        0.164574   \n",
       "ZX_Max_Account_Number                          0.373200        0.426491   \n",
       "ZX_Max_Link_Banks                              0.412799        0.449217   \n",
       "ZX_Max_Overdue_Account                         0.703354        0.285354   \n",
       "ZX_Link_Max_Overdue_Amount                     0.375759        0.112356   \n",
       "ZX_Total_Overdu_Months                         0.472750        0.146834   \n",
       "ZX_Max_Overdue_Duration                        1.000000        0.216564   \n",
       "ZX_Max_Credits                                 0.216564        1.000000   \n",
       "ZX_Max_Credit_Banks                            0.264245        0.808926   \n",
       "ZX_Max_Overdue_Credits                         0.269424        0.297824   \n",
       "ZX_Credit_Max_Overdu_Amount                    0.120535        0.088220   \n",
       "ZX_Credit_Total_Overdue_Months                 0.166815        0.144520   \n",
       "ZX_Credit_Max_Overdue_Duration                 0.327235        0.247234   \n",
       "\n",
       "                                ZX_Max_Credit_Banks  ZX_Max_Overdue_Credits  \\\n",
       "Cust_No                                    0.003389               -0.033376   \n",
       "Target                                     0.037445                0.088583   \n",
       "Birth_Place                                0.028340                0.010424   \n",
       "Gender                                     0.128568                0.041291   \n",
       "Age                                        0.067227                0.095192   \n",
       "Work_Years                                 0.083556                0.096772   \n",
       "Duty                                       0.159620                0.053501   \n",
       "Year_Income                               -0.006747               -0.001885   \n",
       "L12_Month_Pay_Amount                      -0.001169                0.005243   \n",
       "Ast_Curr_Bal                              -0.028333               -0.011697   \n",
       "Std_Cred_Limit                             0.069714                0.059428   \n",
       "Loan_Curr_Bal                              0.191957                0.113722   \n",
       "ZX_Max_Account_Number                      0.515672                0.208687   \n",
       "ZX_Max_Link_Banks                          0.550012                0.214414   \n",
       "ZX_Max_Overdue_Account                     0.343897                0.298527   \n",
       "ZX_Link_Max_Overdue_Amount                 0.123364                0.239186   \n",
       "ZX_Total_Overdu_Months                     0.165119                0.170523   \n",
       "ZX_Max_Overdue_Duration                    0.264245                0.269424   \n",
       "ZX_Max_Credits                             0.808926                0.297824   \n",
       "ZX_Max_Credit_Banks                        1.000000                0.314184   \n",
       "ZX_Max_Overdue_Credits                     0.314184                1.000000   \n",
       "ZX_Credit_Max_Overdu_Amount                0.095411                0.308987   \n",
       "ZX_Credit_Total_Overdue_Months             0.145988                0.397026   \n",
       "ZX_Credit_Max_Overdue_Duration             0.267683                0.619467   \n",
       "\n",
       "                                ZX_Credit_Max_Overdu_Amount  \\\n",
       "Cust_No                                           -0.025873   \n",
       "Target                                             0.013803   \n",
       "Birth_Place                                        0.006398   \n",
       "Gender                                             0.004710   \n",
       "Age                                                0.054510   \n",
       "Work_Years                                         0.089133   \n",
       "Duty                                               0.001078   \n",
       "Year_Income                                       -0.000338   \n",
       "L12_Month_Pay_Amount                              -0.009069   \n",
       "Ast_Curr_Bal                                      -0.006535   \n",
       "Std_Cred_Limit                                     0.039406   \n",
       "Loan_Curr_Bal                                      0.117715   \n",
       "ZX_Max_Account_Number                              0.080879   \n",
       "ZX_Max_Link_Banks                                  0.081836   \n",
       "ZX_Max_Overdue_Account                             0.132912   \n",
       "ZX_Link_Max_Overdue_Amount                         0.111232   \n",
       "ZX_Total_Overdu_Months                             0.130723   \n",
       "ZX_Max_Overdue_Duration                            0.120535   \n",
       "ZX_Max_Credits                                     0.088220   \n",
       "ZX_Max_Credit_Banks                                0.095411   \n",
       "ZX_Max_Overdue_Credits                             0.308987   \n",
       "ZX_Credit_Max_Overdu_Amount                        1.000000   \n",
       "ZX_Credit_Total_Overdue_Months                     0.476268   \n",
       "ZX_Credit_Max_Overdue_Duration                     0.442725   \n",
       "\n",
       "                                ZX_Credit_Total_Overdue_Months  \\\n",
       "Cust_No                                              -0.028929   \n",
       "Target                                                0.027685   \n",
       "Birth_Place                                          -0.001755   \n",
       "Gender                                                0.015315   \n",
       "Age                                                   0.057156   \n",
       "Work_Years                                            0.054943   \n",
       "Duty                                                  0.042652   \n",
       "Year_Income                                          -0.000740   \n",
       "L12_Month_Pay_Amount                                  0.005829   \n",
       "Ast_Curr_Bal                                         -0.003004   \n",
       "Std_Cred_Limit                                        0.043723   \n",
       "Loan_Curr_Bal                                         0.254122   \n",
       "ZX_Max_Account_Number                                 0.096473   \n",
       "ZX_Max_Link_Banks                                     0.098708   \n",
       "ZX_Max_Overdue_Account                                0.160064   \n",
       "ZX_Link_Max_Overdue_Amount                            0.134327   \n",
       "ZX_Total_Overdu_Months                                0.363019   \n",
       "ZX_Max_Overdue_Duration                               0.166815   \n",
       "ZX_Max_Credits                                        0.144520   \n",
       "ZX_Max_Credit_Banks                                   0.145988   \n",
       "ZX_Max_Overdue_Credits                                0.397026   \n",
       "ZX_Credit_Max_Overdu_Amount                           0.476268   \n",
       "ZX_Credit_Total_Overdue_Months                        1.000000   \n",
       "ZX_Credit_Max_Overdue_Duration                        0.490774   \n",
       "\n",
       "                                ZX_Credit_Max_Overdue_Duration  \n",
       "Cust_No                                              -0.021032  \n",
       "Target                                                0.096663  \n",
       "Birth_Place                                           0.014860  \n",
       "Gender                                                0.041642  \n",
       "Age                                                   0.103053  \n",
       "Work_Years                                            0.100285  \n",
       "Duty                                                  0.057410  \n",
       "Year_Income                                          -0.001975  \n",
       "L12_Month_Pay_Amount                                 -0.001265  \n",
       "Ast_Curr_Bal                                         -0.013940  \n",
       "Std_Cred_Limit                                        0.044976  \n",
       "Loan_Curr_Bal                                         0.116394  \n",
       "ZX_Max_Account_Number                                 0.192711  \n",
       "ZX_Max_Link_Banks                                     0.203161  \n",
       "ZX_Max_Overdue_Account                                0.281799  \n",
       "ZX_Link_Max_Overdue_Amount                            0.241053  \n",
       "ZX_Total_Overdu_Months                                0.194176  \n",
       "ZX_Max_Overdue_Duration                               0.327235  \n",
       "ZX_Max_Credits                                        0.247234  \n",
       "ZX_Max_Credit_Banks                                   0.267683  \n",
       "ZX_Max_Overdue_Credits                                0.619467  \n",
       "ZX_Credit_Max_Overdu_Amount                           0.442725  \n",
       "ZX_Credit_Total_Overdue_Months                        0.490774  \n",
       "ZX_Credit_Max_Overdue_Duration                        1.000000  \n",
       "\n",
       "[24 rows x 24 columns]"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cor = df_drop.corr()   # 只会对数值类型的列做相关性系数分析 ，默认为pearson皮尔逊相关性系数法\n",
    "cor "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "eab4483c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#构建热力图看相关性系数\n",
    "plt.figure(figsize=(20,8))\n",
    "sns.heatmap(cor,annot=True)  #构建热力图 annot参数加上之后方块中就会出字\n",
    "plt.show()   #如果不加plt.show()这个库的方法，是看不到seaborn构建出来的热力图的，一定记得加上show()方法，不然可能不显示图行\n",
    "#相关性系数越高表示颜色越来越深"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "f2eeae2f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.6302804276030215\n",
      "0.9399768611560381\n",
      "0.5677036510320662\n",
      "0.5156718766148853\n",
      "0.5973246124125294\n",
      "0.5500116225666858\n",
      "0.7033541149308862\n",
      "0.80892615628158\n",
      "0.6194671522267934\n"
     ]
    }
   ],
   "source": [
    "# 定义冗余数据的阈值为0.5.也就时属性之间的相关性高于0.5就认为属性之间时冗余的。对于冗余的数据可以删除其中一列\n",
    "# 考试中：取出相关性系数列表中的值，判断相关性有没有大于0.5，如果大于0.5就删除其中的一列。\n",
    "# 方式1：\n",
    "list_ci = []\n",
    "for col  in  cor.columns:\n",
    "    for ind in cor.index:\n",
    "         # 0.5冗余的的阈值     col!=ind：不取对角线上的值(1)    not in:只取一半的值\n",
    "        if cor[col][ind]>0.5 and col!=ind and (ind,col) not in list_ci:               \n",
    "            list_ci.append((col,ind)) #对称的，只需取一半，如果里面有相同的值了，就不存了\n",
    "            print(cor[col][ind])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "a71e6765",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[('L12_Month_Pay_Amount', 'Std_Cred_Limit'),\n",
       " ('ZX_Max_Account_Number', 'ZX_Max_Link_Banks'),\n",
       " ('ZX_Max_Account_Number', 'ZX_Max_Overdue_Account'),\n",
       " ('ZX_Max_Account_Number', 'ZX_Max_Credit_Banks'),\n",
       " ('ZX_Max_Link_Banks', 'ZX_Max_Overdue_Account'),\n",
       " ('ZX_Max_Link_Banks', 'ZX_Max_Credit_Banks'),\n",
       " ('ZX_Max_Overdue_Account', 'ZX_Max_Overdue_Duration'),\n",
       " ('ZX_Max_Credits', 'ZX_Max_Credit_Banks'),\n",
       " ('ZX_Max_Overdue_Credits', 'ZX_Credit_Max_Overdue_Duration')]"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "list_ci"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "0ec4d7a4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['L12_Month_Pay_Amount',\n",
       " 'ZX_Max_Account_Number',\n",
       " 'ZX_Max_Account_Number',\n",
       " 'ZX_Max_Account_Number',\n",
       " 'ZX_Max_Link_Banks',\n",
       " 'ZX_Max_Link_Banks',\n",
       " 'ZX_Max_Overdue_Account',\n",
       " 'ZX_Max_Credits',\n",
       " 'ZX_Max_Overdue_Credits']"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "list_col = [col[0] for col in list_ci]   #取出相关性冗余的其中一列\n",
    "list_col"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "089dc582",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['L12_Month_Pay_Amount', 'ZX_Max_Account_Number', 'ZX_Max_Credits',\n",
       "       'ZX_Max_Link_Banks', 'ZX_Max_Overdue_Account',\n",
       "       'ZX_Max_Overdue_Credits'], dtype='<U22')"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 把得到的冗余列去重\n",
    "# 方法1 直接用set集合去重\n",
    "# list_col = list(set(list_col))\n",
    "# 方法2  用np库\n",
    "list_col = np.unique(list_col)\n",
    "list_col"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "9f974114",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5693, 24)"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_drop.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "8e701dd7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(5693, 18)"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 删除冗余的列\n",
    "df_corr_drop = df_drop.drop(axis=1,columns=list_col)\n",
    "df_corr_drop.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5ec1e36e",
   "metadata": {},
   "outputs": [],
   "source": [
    "#方式2：自己想的\n",
    "indexs = cor.index\n",
    "list_col = []\n",
    "for col in cor.columns:\n",
    "    if len(indexs) > 1:\n",
    "        indexs = indexs.drop([col])\n",
    "        for ind in indexs:\n",
    "            if cor[col][ind] >= 0.5:\n",
    "                #print(col,ind)\n",
    "                print(cor[col][ind])\n",
    "                list_col.append(col)\n",
    "# 删除冗余的列\n",
    "df_corr_drop = df_drop.drop(axis=1,columns=list_col)\n",
    "df_corr_drop.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b317e39",
   "metadata": {},
   "source": [
    "7.特征选择-过滤法-方差"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "6e0a9b01",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[1.00000e+00, 3.30621e+05, 4.10000e+01, 0.00000e+00, 0.00000e+00,\n",
       "        1.00000e+06, 0.00000e+00, 9.07720e+02, 1.50000e+04, 9.00000e+05,\n",
       "        2.00000e+00, 2.00000e+00, 1.00000e+00, 0.00000e+00, 3.00000e+00,\n",
       "        1.00000e+00, 2.00000e+00, 1.00000e+00, 0.00000e+00, 0.00000e+00],\n",
       "       [2.00000e+00, 3.30621e+05, 5.50000e+01, 0.00000e+00, 9.00000e+00,\n",
       "        1.00000e+05, 0.00000e+00, 5.23320e+02, 1.00000e+04, 5.60000e+05,\n",
       "        2.00000e+00, 2.00000e+00, 1.00000e+00, 0.00000e+00, 2.00000e+00,\n",
       "        1.00000e+00, 1.00000e+00, 1.00000e+00, 0.00000e+00, 0.00000e+00],\n",
       "       [3.00000e+00, 3.30621e+05, 4.10000e+01, 6.86240e+04, 9.00000e+00,\n",
       "        3.00000e+05, 0.00000e+00, 4.81288e+03, 2.00000e+04, 1.06000e+06,\n",
       "        1.00000e+00, 1.00000e+00, 0.00000e+00, 0.00000e+00, 0.00000e+00,\n",
       "        0.00000e+00, 1.00000e+00, 1.00000e+00, 0.00000e+00, 0.00000e+00],\n",
       "       [4.00000e+00, 3.30621e+05, 4.00000e+01, 0.00000e+00, 2.00000e+00,\n",
       "        3.00000e+05, 0.00000e+00, 2.30525e+03, 2.00000e+04, 0.00000e+00,\n",
       "        4.00000e+00, 4.00000e+00, 0.00000e+00, 0.00000e+00, 0.00000e+00,\n",
       "        0.00000e+00, 0.00000e+00, 0.00000e+00, 0.00000e+00, 0.00000e+00],\n",
       "       [5.00000e+00, 3.30621e+05, 5.70000e+01, 0.00000e+00, 0.00000e+00,\n",
       "        5.00000e+05, 0.00000e+00, 9.08416e+03, 2.00000e+04, 0.00000e+00,\n",
       "        3.00000e+00, 3.00000e+00, 1.00000e+00, 0.00000e+00, 3.00000e+00,\n",
       "        1.00000e+00, 2.00000e+00, 2.00000e+00, 1.39640e+04, 1.50000e+01]])"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.feature_selection import VarianceThreshold\n",
    "model_vt = VarianceThreshold(threshold=0.5)  # 使用阈值 0.5进行选择\n",
    "# 得到每一列和目标列的相关性系数\n",
    "X_var = model_vt.fit_transform(X=df_drop.drop(axis=1,columns='Target'),y=df_drop['Target'])   #X为非目标列，y为目标列\n",
    "X_var[0:5]  # 输出方差选择后特征的前5行  X_var为array类型   第三步如果要进行转型的话要确定需要哪些列"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2cf766f",
   "metadata": {},
   "source": [
    "8.特征选择-过滤法-卡方检验"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "e7862f08",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[1.000000e+06, 0.000000e+00, 9.077200e+02, 9.000000e+05,\n",
       "        0.000000e+00, 0.000000e+00],\n",
       "       [1.000000e+05, 0.000000e+00, 5.233200e+02, 5.600000e+05,\n",
       "        0.000000e+00, 0.000000e+00],\n",
       "       [3.000000e+05, 0.000000e+00, 4.812880e+03, 1.060000e+06,\n",
       "        0.000000e+00, 0.000000e+00],\n",
       "       [3.000000e+05, 0.000000e+00, 2.305250e+03, 0.000000e+00,\n",
       "        0.000000e+00, 0.000000e+00],\n",
       "       [5.000000e+05, 0.000000e+00, 9.084160e+03, 0.000000e+00,\n",
       "        0.000000e+00, 1.396400e+04],\n",
       "       [8.000000e+04, 0.000000e+00, 1.222400e+02, 1.200000e+05,\n",
       "        1.000000e+00, 0.000000e+00],\n",
       "       [5.000000e+04, 0.000000e+00, 9.182000e+01, 0.000000e+00,\n",
       "        0.000000e+00, 0.000000e+00],\n",
       "       [7.000000e+04, 9.696662e+04, 1.946000e+01, 3.200000e+05,\n",
       "        0.000000e+00, 0.000000e+00],\n",
       "       [8.000000e+04, 0.000000e+00, 4.385900e+02, 3.000000e+05,\n",
       "        5.190000e+02, 0.000000e+00],\n",
       "       [1.500000e+05, 0.000000e+00, 4.500000e-01, 0.000000e+00,\n",
       "        2.369800e+04, 1.091800e+04]])"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.feature_selection import SelectKBest\n",
    "from sklearn.feature_selection import chi2\n",
    "\n",
    "model_chi2 = SelectKBest(chi2, k=6)  # 定义规则   k：表示取相关性最高的前n列\n",
    "X_chi2 = model_chi2.fit_transform(df_drop.drop(axis=1,columns='Target'), df_drop['Target'])  # 将规则应用到数据上\n",
    "X_chi2[0:10]   # 取数据的前十行  第三步如果要进行转型的话要确定需要哪些列"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e3f0182d",
   "metadata": {},
   "source": [
    "9.特征选择-过滤法-互信息法"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "a9e45698",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[1.00000e+00, 4.10000e+01, 1.00000e+06, 9.07720e+02, 2.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [2.00000e+00, 5.50000e+01, 1.00000e+05, 5.23320e+02, 2.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [3.00000e+00, 4.10000e+01, 3.00000e+05, 4.81288e+03, 1.00000e+00,\n",
       "        0.00000e+00],\n",
       "       ...,\n",
       "       [6.45900e+03, 3.20000e+01, 5.00000e+04, 7.40429e+04, 0.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [6.46000e+03, 5.10000e+01, 1.20000e+05, 2.55365e+03, 3.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [6.46100e+03, 4.60000e+01, 5.00000e+05, 5.48440e+02, 6.00000e+00,\n",
       "        4.96000e+02]])"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.feature_selection import RFE\n",
    "from sklearn.tree  import DecisionTreeClassifier\n",
    "\n",
    "model_rfe = RFE(estimator=DecisionTreeClassifier(),n_features_to_select=6)\n",
    "df_rfe = model_rfe.fit_transform(X=df_drop.drop(axis=1,columns='Target'), y=df_drop['Target'])\n",
    "df_rfe"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ae35108",
   "metadata": {},
   "source": [
    "10.特征选择-包装法-RFE(递归消除法)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "b9938062",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[1.00000e+00, 4.10000e+01, 1.00000e+06, 9.07720e+02, 1.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [2.00000e+00, 5.50000e+01, 1.00000e+05, 5.23320e+02, 1.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [3.00000e+00, 4.10000e+01, 3.00000e+05, 4.81288e+03, 0.00000e+00,\n",
       "        0.00000e+00],\n",
       "       ...,\n",
       "       [6.45900e+03, 3.20000e+01, 5.00000e+04, 7.40429e+04, 0.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [6.46000e+03, 5.10000e+01, 1.20000e+05, 2.55365e+03, 0.00000e+00,\n",
       "        0.00000e+00],\n",
       "       [6.46100e+03, 4.60000e+01, 5.00000e+05, 5.48440e+02, 3.00000e+00,\n",
       "        4.96000e+02]])"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.feature_selection import RFE\n",
    "from sklearn.tree import DecisionTreeClassifier   #随便引入一个决策树算法\n",
    "\n",
    "model_rfe = RFE(estimator=DecisionTreeClassifier(),n_features_to_select=6)  #estimator算法模型  n_features_to_select保留几列\n",
    "df_rfe = model_rfe.fit_transform(X=df_drop.drop(axis=1,columns='Target'), y=df_drop['Target'])  # X为非目标列，y为目标列\n",
    "df_rfe"
   ]
  }
 ],
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